The Sum of Two Odd Numbers Is

Introduction to the Sum of Two Odd Numbers:

Odd number is the number which cannot divisible by as perfect (without getting remainder). But when we add or sum the two odd numbers, then we get result of the sum of the two odd numbers is equal to even number.

For Example: We know that the number 3 and 5 is the odd number. Now add the odd number 3 and 5, 3 + 5 = 8 where 8 is the even number.

Example Problem – Sum of Two Odd Numbers:

Example 1:

Which of the following form of number is the result when adding the two odd numbers?

Option:

a)     Odd number

b)    Even Number

c)     Zero

d)    Negative Number

Answer: Option b

Explanation:

When we add or sum the two odd numbers, then we get result of the sum of the two odd numbers is equal to even number.

For Example: We know that the number 5 and 7 is the odd number. Now add the odd number 5 and 7, 5 + 7 = 12 where 12 is the even number (12 can divisible 2 as perfect).

Example 2:

Which of the following is the result of the adding the two odd numbers 9 and 11?

Option:

a)     11

b)    9

c)     20

d)    21

Answer: Option c

Explanation:

We know that, when we add or sum the two odd numbers, then we get result of the sum of the two odd numbers is equal to even number.

Here the given option a, b, d are the odd numbers. Option c is the even number, therefore the option c is the correct answer.

Check: 11 +9 = 20

Between, if you have problem on these topics prime number theorem proof, please browse expert math related websites for more help on what numbers are prime numbers.

Practice Problem – Sum of Two Odd Numbers:

Problem 1:

What is the sum of the two odd numbers 45 and 53?

Answer: 98

Problem 2:

What is the sum of the two odd numbers 75 and 51?

Answer: 126